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The Lindelöf principle and angular derivatives in convex domains of finite type

Abate, Marco ; Tauraso, Roberto

Journal of the Australian Mathematical Society (2001), 2002-10, Vol.73 (2), p.221-250 [Periódico revisado por pares]

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Título:
The Lindelöf principle and angular derivatives in convex domains of finite type
Autor: Abate, Marco ; Tauraso, Roberto
Assuntos: Domains ; primary 32A40 ; Principles ; secondary 32H40
É parte de: Journal of the Australian Mathematical Society (2001), 2002-10, Vol.73 (2), p.221-250
Notas: PII:S1446788700008818
ArticleID:00881
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istex:7882585B0EB6AB1649ACC336BCE14BCBABBF8D1A
Descrição: We describe a generalization of the classical Julia-Wolff-Carathéodory theorem to a large class of bounded convex domains of finite type, including convex circular domains and convex domains with real analytic boundary. The main tools used in the proofs are several explicit estimates on the boundary behaviour of Kobayashi distance and metric, and a new Lindelöf principle.
Editor: Cambridge, UK: Cambridge University Press
Idioma: Inglês

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